Sunday, 28 June 2009

Circumcentre and Orthocentre



Imagine we recieve data from 3 mobile phone masts telling us our suspect is 5 miles from tower A, 4 miles from tower B, 3 miles from Tower C.

We can find the suspect by triangulating his signal. He will be in the circumcentre of the triangle the phone towers make, and the orthocenter of the triangle between the phone towers (This might be useful, as if we only had information from 2 phone towers, we could station someone where they meet as a starting point).

1 comment:

Anonymous said...

Thank you so much for this article,I was assigned an extra-credit report on the relationship between triangulation and circumcenters/orthocenters, and could not find anything anywhere except here. Again, thanks so much!! ^-^ ~LC- Michigan, USA